SOLUTION: For n ∈N, P(n) is a proposition such that for any n ∈ N, P(n + 1) ⇒ P(n) is true. Which of the following are/is true? (a) For any n ∈ N, P(n) (b) For an

Algebra ->  Numeric Fractions Calculators, Lesson and Practice -> SOLUTION: For n ∈N, P(n) is a proposition such that for any n ∈ N, P(n + 1) ⇒ P(n) is true. Which of the following are/is true? (a) For any n ∈ N, P(n) (b) For an      Log On


   



Question 762556: For n ∈N, P(n) is a proposition such that for any n ∈ N, P(n + 1) ⇒ P(n) is true.
Which of the following are/is true?
(a) For any n ∈ N, P(n)
(b) For any n ∈ N, P(1) ⇒ P(n)
(c) For any n ∈ N, (P(5) ∧ n < 5) ⇒ P(n)
(d) P(10) ⇒ P(9)
(e) ) P(9) ⇒ P(10)

Answer by tommyt3rd(5050) About Me  (Show Source):